x5+3x3y2+3xy4x^5+3x^3y^2+3xy^4x5+3x3y2+3xy4
8x+32x4=08x+\frac{3}{2}x^4=08x+23x4=0
x3y−x−8y−12=0x^3y-x-8y-12=0x3y−x−8y−12=0
100(−1)(2)100\left(-1\right)\left(2\right)100(−1)(2)
2x2+3y2+5z2=9002x^2+3y^2+5z^2=9002x2+3y2+5z2=900
(−4) (−2) (10) (−1)\left(-4\right)\:\left(-2\right)\:\left(10\right)\:\left(-1\right)(−4)(−2)(10)(−1)
cos2x1−sinx2=1\frac{\cos^2x}{1-\sin x^2}=11−sinx2cos2x=1
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